Question
A and B enter into partnership. A invests some money at beginning, B invests thrice the amount after 6 months and C invests double the amount after 3 months. If the annual profit be Rs.32000, then find C’s share.
Solution
Let A’s investment be Rs. x. Then, ratio of capitals of A, B and C = (x × 12) : (3x × 6) : (2x × 9) ⇒  12x : 18x : 18x ⇒  2x : 3x : 3x Therefore, C’s share = Rs. 32000 x (3/8) = Rs.12000
More Partnership Questions
- Puneet and Malti ventured into a business with Rittu. Puneet's initial investment is 20% less than Malti's. The ratio of Puneet's initial investment to Rit...
- A invested Rs X in a scheme. After 6 months, B joined with Rs 6000 more than that of A. After an year, ratio of profit of B to the total profit was 3: 4. F...
- Akash and Bhanu started a business with initial investments of Rs. 1,200 and Rs. 2,000 respectively. After one year, Akash increased his investment by Rs. ...
- Sohan starts a business with an initial investment of Rs. 20,000. After 5 months, Rohan joins the business by investing Rs. 5,000 more than Sohan. After se...
- Ashish started a business by investing Rs. 4200. Few months later; Ramesh joined him by investing Rs. 4800 such that at the end of the year, the profit sha...
- Amit and Anil started a business together such that Amit’s investment is Rs. 2,000 more than Anil’s. Anil left the business after 6 months. If the ratio of...
- 'A' and 'B' invested Rs. 4200 and Rs. 3600 respectively in a business. After 6 months, 'B' reduced his investment by 50%, while 'A' increased his initial i...
- A and B started a retail store with initial investments in the ratio 5:6 and their annual profits were in the ratio 2:3. If A invested the money for 6 mont...
- A and B together start a business with investment of Rs. 2200 and Rs. (x + 500), respectively. If the profit earned after 5 years is Rs. 5000 and share of ...
- ‘R’ and ‘S’ started a business by investing Rs. 5,000 and Rs. 8,000 respectively. ‘x’ months later, they admitted ‘T’ as a partner who invested Rs. 6,000. ...
Relevant for Exams:
